Unscramble TROCHOID

The words or letters TROCHOID are unscrambled. Our word finder was able to unscramble and find 102 words in TROCHOID


trochoid is in TWL06 dictionary
trochoid is in SOWPODS dictionary
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8 letter words made by unscrambling TROCHOID

trochoid 14
There is 1 anagram in this group of words.

7 letter words made by unscrambling TROCHOID

choroid 13 ochroid 13
There are 2 anagrams in this group of words.

6 letter words made by unscrambling TROCHOID

cohort 11 dhooti 10 doctor 9 hotrod 10 octroi 8 orchid 12 rhodic 12 rhotic 11 thoric 11 toroid 7
There are 10 anagrams in this group of words.

5 letter words made by unscrambling TROCHOID

chiro 10 choir 10 chord 11 dhoti 9 dicot 8 ditch 11 droit 6 ichor 10 ootid 6 ortho 8 rotch 10 third 9 thoro 8 torch 10 toric 7
There are 15 anagrams in this group of words.

4 letter words made by unscrambling TROCHOID

chid 10 chit 9 coho 9 coir 6 coot 6 cord 7 crit 6 dirt 5 doit 5 door 5 doth 8 hood 8 hoot 7 itch 9 odic 7 odor 5 ordo 5 otic 6 rich 9 riot 4 rood 5 root 4 roti 4 roto 4 thio 7 thir 7 thro 7 tiro 4 torc 6 tori 4 toro 4 trio 4 trod 5
There are 33 anagrams in this group of words.

3 letter words made by unscrambling TROCHOID

chi 8 cod 6 coo 5 cor 5 cot 5 dit 4 doc 6 dor 4 dot 4 hic 8 hid 7 hit 6 hod 7 hot 6 ich 8 oho 6 ooh 6 oot 3 orc 5 ort 3 rho 6 rid 4 roc 5 rod 4 rot 3 tho 6 tic 5 tod 4 too 3 tor 3
There are 30 anagrams in this group of words.

2 letter words made by unscrambling TROCHOID

do 3 hi 5 ho 5 id 3 it 2 od 3 oh 5 oi 2 or 2 ti 2 to 2
There are 11 anagrams in this group of words.

Definition of TROCHOID

  • Trochoid - Admitting of rotation on an axis; -- sometimes applied to a pivot joint like that between the atlas and axis in the vertebral column.
  • Trochoid - Of or pertaining to the genus Trochus or family Trochidae.
  • Trochoid - Top-shaped; having a flat base and conical spire; -- said of certain shells.
  • Trochoid - The curve described by any point in a wheel rolling on a line; a cycloid; a roulette; in general, the curve described by any point fixedly connected with a moving curve while the moving curve rolls without slipping on a second fixed curve, the curves all being in one plane. Cycloids, epicycloids, hypocycloids, cardioids, etc., are all trochoids.

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